### Abstract

Two Monte Carlo simulation codes: (a) neutral transport code and (b) negative ion (H^{-}) transport code, have been developed to understand transport phenomena in negative ion sources. In the neutral transport code, Boltzmann equations for hydrogen molecules (H_{2}) and atoms (H) are solved. Three dimensional (3D) spatial distributions of H_{2}, H, and H^{-} production are obtained for a tandem negative ion source. The volume production of H^{-} is limited to the area around the gas inlet in the first chamber and near the plasma grid in the second chamber. On the other hand, distribution of H^{-} surface production is shown to be almost uniform over all the plasma grid surface. In the negative ion code, H^{-} trajectories are calculated by numerically solving the 3D equation of motion for H^{-} ions. The effects of the magnetic filter on the extraction probability of surface produced H^{-} ions are mainly studied. The dependence of the extraction probability on the field strength is small.

Original language | English |
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Pages (from-to) | 883-886 |

Number of pages | 4 |

Journal | Review of Scientific Instruments |

Volume | 71 |

Issue number | 2 II |

Publication status | Published - 2000 Feb |

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### ASJC Scopus subject areas

- Physics and Astronomy (miscellaneous)
- Instrumentation

### Cite this

*Review of Scientific Instruments*,

*71*(2 II), 883-886.

**Monte Carlo simulation of negative ion production in the negative hydrogen ion source.** / Uematsu, M.; Morishita, T.; Hatayama, Akiyoshi; Sakurabayashi, T.; Ogasawara, M.

Research output: Contribution to journal › Article

*Review of Scientific Instruments*, vol. 71, no. 2 II, pp. 883-886.

}

TY - JOUR

T1 - Monte Carlo simulation of negative ion production in the negative hydrogen ion source

AU - Uematsu, M.

AU - Morishita, T.

AU - Hatayama, Akiyoshi

AU - Sakurabayashi, T.

AU - Ogasawara, M.

PY - 2000/2

Y1 - 2000/2

N2 - Two Monte Carlo simulation codes: (a) neutral transport code and (b) negative ion (H-) transport code, have been developed to understand transport phenomena in negative ion sources. In the neutral transport code, Boltzmann equations for hydrogen molecules (H2) and atoms (H) are solved. Three dimensional (3D) spatial distributions of H2, H, and H- production are obtained for a tandem negative ion source. The volume production of H- is limited to the area around the gas inlet in the first chamber and near the plasma grid in the second chamber. On the other hand, distribution of H- surface production is shown to be almost uniform over all the plasma grid surface. In the negative ion code, H- trajectories are calculated by numerically solving the 3D equation of motion for H- ions. The effects of the magnetic filter on the extraction probability of surface produced H- ions are mainly studied. The dependence of the extraction probability on the field strength is small.

AB - Two Monte Carlo simulation codes: (a) neutral transport code and (b) negative ion (H-) transport code, have been developed to understand transport phenomena in negative ion sources. In the neutral transport code, Boltzmann equations for hydrogen molecules (H2) and atoms (H) are solved. Three dimensional (3D) spatial distributions of H2, H, and H- production are obtained for a tandem negative ion source. The volume production of H- is limited to the area around the gas inlet in the first chamber and near the plasma grid in the second chamber. On the other hand, distribution of H- surface production is shown to be almost uniform over all the plasma grid surface. In the negative ion code, H- trajectories are calculated by numerically solving the 3D equation of motion for H- ions. The effects of the magnetic filter on the extraction probability of surface produced H- ions are mainly studied. The dependence of the extraction probability on the field strength is small.

UR - http://www.scopus.com/inward/record.url?scp=0000396389&partnerID=8YFLogxK

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M3 - Article

AN - SCOPUS:0000396389

VL - 71

SP - 883

EP - 886

JO - Review of Scientific Instruments

JF - Review of Scientific Instruments

SN - 0034-6748

IS - 2 II

ER -